Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: Zhonghua_Yao_020612_1 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | January 29, 2008 |
Start Time | | 2008/01/29 06:00 |
End Time | | 2008/01/29 09:00 |
Key Words | | flow diversion |
Model | | OpenGGCM |
Model Version | | 3.1 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSE |
Dipole Tilt, in the X-Z Plane, at Start deg | | -28.37 |
Dipole Tilt, in Y-Z GSE plane, deg | | 12.28 |
Update Dipole Orientation with Time | | no |
Inflow Boundary R_E | | 33 |
F10.7 | | 70.00000 |
Conductance Model | | auroral |
Corotation | | no |
Run Number | | Zhonghua_Yao_020612_1 |
Minimum Dst Value | | -13 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | NO |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-A for time period of this run.
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